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British TV drama series (1981–1982) BognorStarringDavid HorovitchCountry of originUnited KingdomOriginal languageEnglishNo. of series2No. of episodes21ProductionRunning time30 minutesProduction companyThamesOriginal releaseNetworkITVRelease10 February 1981 (1981-02-10) –23 March 1982 (1982-03-23) Bognor is a British drama television series, made by Thames Television for ITV. It was originally shown in 21 episodes between 10 February 1981 and 23 March 1982.[1] It was...
Stasiun Muntilan Muntilan Kios PJKA Muntilan yang dahulunya menempati bekas emplasemen stasiun Muntilan, 2019.Lokasi Jalan Pemuda (pintu selatan) Jalan Stasiun Muntilan (akses khusus bus) Muntilan, Muntilan, Magelang, Jawa TengahIndonesiaKoordinat7°34′43.8582″S 110°16′59.3360″E / 7.578849500°S 110.283148889°E / -7.578849500; 110.283148889Koordinat: 7°34′43.8582″S 110°16′59.3360″E / 7.578849500°S 110.283148889°E / -7.57884...
Election for the governorship of the U.S. state of Missouri For related races, see 1940 United States gubernatorial elections. 1940 Missouri gubernatorial election ← 1936 November 5, 1940 1944 → Nominee Forrest C. Donnell Larry McDaniel Party Republican Democratic Popular vote 911,530 907,917 Percentage 50.05% 49.85% County resultsDonnell: 50-60% 60-70% 70-80% ...
Unione Sovietica Uniformi di gara Casa Trasferta Sport Calcio Federazione FFSSSRФедерация футбола СССР (Federacija Futbola SSSR) Codice FIFA URS Soprannome L'Armata Rossa Selezionatore - Record presenze Oleh Blochin (112) Capocannoniere Oleh Blochin (42) Esordio internazionale Unione Sovietica 3 - 0 Turchia Mosca, Unione Sovietica; 16 novembre 1924Ultima partita Cipro 0 - 3 Unione Sovietica Larnaca, Cipro; 13 novembre 1991 Migliore vittoria Unione Sovietica 11 - 1 India M...
Об экономическом термине см. Первородный грех (экономика). ХристианствоБиблия Ветхий Завет Новый Завет Евангелие Десять заповедей Нагорная проповедь Апокрифы Бог, Троица Бог Отец Иисус Христос Святой Дух История христианства Апостолы Хронология христианства Ран�...
A questa voce o sezione va aggiunto il template sinottico {{Artista musicale}} Puoi aggiungere e riempire il template secondo le istruzioni e poi rimuovere questo avviso. Se non sei in grado di riempirlo in buona parte, non fare nulla; non inserire template vuoti. Concha Velasco ai Premi Goya 2018 Concepción Velasco Varona, conosciuta come Concha Velasco o Conchita Velasco (Valladolid, 29 novembre 1939 – Majadahonda, 2 dicembre 2023), è stata un'attrice, cantante, bal...
Data sensus penduduk diDatu Anggal Midtimbang Tahun Populasi Persentase 19958.726—200010.6284.32%200723.71311.71% Datu Anggal Midtimbang adalah munisipalitas yang terletak di provinsi Maguindanao, Filipina. Pada tahun 2010, munisipalitas ini memiliki populasi sebesar 23.713 jiwa atau 3.952 rumah tangga. Pembagian wilayah Secara administratif Datu Anggal Midtimbang terbagi menjadi 7 barangay, yaitu:[1] Adaon Brar Mapayag Midtimbang (Pob.) Nunangan (Nunangen) Tugal Tulunan Referensi ...
Mei Mi Sn Sl Ra Ka Ju Sa 01 02 03 04 05 06 07 08 09 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 2024 1 Mei adalah hari ke-121 (hari ke-122 dalam tahun kabisat) dalam kalender Gregorian. Peristiwa 305 – Diokletianus dan Maximianus pensiun dari jabatannya sebagai Kaisar Romawi. 1707 – Kerajaan Inggris dan Kerajaan Skotlandia bersatu membentuk Kerajaan Britania Raya. 1751 – Kriket pertama kalinya dimainkan di Amerika. 1753 – Species Plantarum karya Linnaeus ...
العلاقات التونسية الكيريباتية تونس كيريباتي تونس كيريباتي تعديل مصدري - تعديل العلاقات التونسية الكيريباتية هي العلاقات الثنائية التي تجمع بين تونس وكيريباتي.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقار...
Quarto OggiaroVia De Roberto nel quartiere di Quarto Oggiaro Stato Italia Regione Lombardia Provincia Milano Città Milano CircoscrizioneMunicipio 8 Altitudine140 m s.l.m. Nome abitantioggiaresi Quarto OggiaroQuarto Oggiaro (Milano) Coordinate: 45°30′57″N 9°08′25″E / 45.515833°N 9.140278°E45.515833; 9.140278 Quarto Oggiaro (Quart Oggiee in dialetto milanese, IPA: ['kwart uˈʤe:]) è un quartiere di Milano situato a nord-ovest della città, face...
Methods for describing chess moves and/or positions This article is about the recording of moves in a chess game. For the evaluation of chess moves, see Chess annotation symbols. Chess notation systems are used to record either the moves made or the position of the pieces in a game of chess. Chess notation is used in chess literature, and by players keeping a record of an ongoing game. The earliest systems of notation used lengthy narratives to describe each move; these gradually evolved into...
Voce principale: Udinese Calcio. Udinese CalcioStagione 2020-2021Sport calcio Squadra Udinese Allenatore Luca Gotti Presidente Franco Soldati Serie A14º Coppa ItaliaQuarto turno Maggiori presenzeCampionato: De Paul (36)Totale: De Paul (38) Miglior marcatoreCampionato: De Paul (9)Totale: De Paul (9) StadioFriuli (25 144) Media spettatori0[1] 2019-2020 2021-2022 Si invita a seguire il modello di voce Questa voce raccoglie le informazioni riguardanti l'Udinese Calcio nelle co...
1968 artwork by Andy Warhol For other uses, see Campbell's Soup Cans (disambiguation). Campbell's Soup IArtistAndy WarholYear1968TypeScreenprint on paperDimensions91.8 cm × 61.3 cm (36.1 in × 24.1 in)LocationNational Gallery of Australia (#150 of 250), Canberra Warhol in 1973 Campbell's Soup I (sometimes Campbell's Soup Cans I) is a work of art produced in 1968 by Andy Warhol as a derivative of his Campbell's Soup Cans series. 250 sets of these ...
Species of plant Not to be confused with Mrs. Burns' Lemon basil, a cultivar of Ocimum basilicum. Lemon basil Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Lamiales Family: Lamiaceae Genus: Ocimum Species: O. × africanum Binomial name Ocimum × africanumLour. Synonyms[1] Ocimum americanum var. pilosum (Willd.) A.J.Paton Ocimum basilicum var. anisatum Benth. Ocimum basilicum var. pilosum (Willd.) ...
علم الصومال ألوان أزرق فاتح [لغات أخرى] أبيض الاعتماد 1 أكتوبر 1960 الاختصاص الصومال المصمم محمد عوالي ليبان تعديل مصدري - تعديل علم الصومال الحالي علم الصومال (بالصومالية: Calanka Soomaaliya) وتم اعتماده في 12 أكتوبر 1954.[1][2][3] وقام بتصميمه «محمد...
Postulat kesejajaran tidak berlaku pada geometri non-Euklides Dalam matematika, geometri non-Euklides (bahasa Inggris: non-Euclidean geometry) adalah himpunan kecil geometri berdasarkan aksioma yang berkaitan erat dengan geometri Euklides. Jika geometri Euklides terbentang antara geometri metrik dan geometri Affine, geometri non-Euklides muncul saat ruang metrik tidak ada, atau postulat paralel diabaikan. Perbedaan mendasar dari geometri metrik adalah keadaan garis paralel. Cara lain untu...
1950 film Who Is This That I Love?Directed byGéza von BolváryWritten byHugo Maria Kritz (novel)Hans Fritz BeckmannProduced byFranz SchierWilhelm SperberStarringJester NaefeAdrian HovenIván PetrovichCinematographyFranz WeihmayrEdited byFriedel BuckowMusic byTheo MackebenProductioncompanyMerkur-FilmDistributed byHerzog-FilmverleihRelease date 15 November 1950 (1950-11-15) Running time100 minutesCountryWest GermanyLanguageGerman Who Is This That I Love? (German: Wer bist du, de...
Genocide by the Ustashe during WWII Genocide of Serbs in the Independent State of CroatiaPart of Generalplan Ost and World War II in Yugoslavia(clockwise from top) Expelled Serbs marching out of town Stone Flower, a monument in the Jasenovac death camp An Ustaše guard among the bodies of murdered prisoners Memorial Center in Gradina Donja Ustasha with civilian prisoners after the Kozara Offensive Adolf Hitler meets Ante Pavelić LocationIndependent State of Croatia(Axis-occupied Yugoslavia)...
Medicare Prescription Drug, Improvement, and Modernization ActLong titleAn act to amend title XVIII of the Social Security Act to provide for a voluntary prescription drug benefit under the medicare program and to strengthen and improve the medicare program, and for other purposes.Acronyms (colloquial)Medicare Modernization Act or MMACitationsPublic law108 - 173Legislative historyIntroduced in the House as Medicare Prescription Drug and Modernization Act of 2003 by Dennis Hastert (R–IL) on ...
Ilustración de fuentes luminosas de magnitud 1 a 3,5, en incrementos de 0,5 En astronomía, la magnitud es la medida del brillo de una estrella. Los antiguos astrónomos griegos llamaban estrellas de primer tamaño (primera magnitud), a las estrellas más brillantes que aparecían después del ocaso solar y a las últimas que desaparecían tras la salida del Sol, y sucesivamente estrellas de segundo tamaño (segunda magnitud), tercera magnitud, etc., hasta las estrellas de sexta magnitud, la...